Sentence examples for more precise statement from inspiring English sources

I am not going to try to make a much more precise statement.

"The more precise statement is that the CDW order parameter is not Ising-like (that is, taking only discrete values, in this case two: x or y), as has always been assumed, but is more like an X-Y order parameter (that is, free to choose any value on a continuous range, such as all directions between x and y as is the case here) that is only weakly influenced by the crystal," Abbamonte says.

(A more precise statement of the Gale-Stewart theorem is this.

Can a more precise statement be made concerning how much access to a work is provided by distributing it online?

When ( lambda mapsto A ( lambda ) ) is a holomorphic family of operators a more precise statement can be made by taking account multiplicities see [80, §C.4].

It can be shown that the Shestakov-Umirbaev operations (p_{m,n}) on ({mathcal {D}} L) coincide with the operations induced by certain associator deviations on ({mathcal {L}} Lotimes mathbb {Q}) (See [37] for a more precise statement).

Here for the most part Mill appears as the disciple of David Ricardo, striving after more precise statements and reaching forward to further consequences.

Using an example of nine a priori models of avian species-accumulation curves from the Breeding Bird Survey (Flather 1996), they show that models with identical R2 values of 0.99 had large differences in AIC values that yielded more precise statements about the "best" model (Burnham and Anderson 2002, p. 95).

For example, the Hardy-Littlewood maximal operator Mf(x)=sup_{r>0}frac{1}{vert B x,r vert } int_{B x,r }biglvert f y bigrvert,dy is bounded on (L^{p}) for (1 < p < infty), but not on (L^{1}), but using Orlicz spaces, we can investigate the boundedness of the maximal operator near (p = 1), see [6, 7] and [8] for more precise statements.

More sophisticated counting techniques, for example counting cosets, yield more precise statements about finite groups: Lagrange's Theorem states that for a finite group G the order of any finite subgroup H divides the order of G.

Tightly controlled studies that hold as many variables as possible constant while only changing one or two in order to pinpoint exactly which surface property affects cell adhesion and other behaviors will enable even more precise statements about integrin and focal adhesion interactions with ligands (e.g., Fig. 1B).